if 3x+5y+4z=18,find the value of
(6-3x)^3 +(6-5y)^3+(6-4z)^3 - 3(6-3x)(6-5y)(6-4z)
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Answer:
Step-by-step explanation:
3x+5y=9
=>3x=9-5y
=>x=(9-5y)/3
Substituting this value of x in 5x+3y=7
We get,
5(9-5y)/3+3y=7
=>(5*9-5*5y)/3+3y-7=0
=>(45-25y) /3+3y-7=0
=>(45-25y+9y-21)/3=0
=>(24-16y) /3=0
=>24-16y=0
=>24=16y
=>y=24/16
=>y=3/2=1.5
Subtituting this value of y in x=(9-5y) /3
We get,
x=(9-5*3/2)/3
=>x=(9-15/2)/3
=>x=(18-15)/6
=>x=3/6
=>x=1/2=0.5
Therefore, x=0.5, y=1.5
farazhts40:
hey mate,i guess you've answered the wrong question.
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